Bridge Damping Ratio Identification and Variation Analysis Based on Two‐Year Monitoring Data Considering Operational Environment Effects

Damping ratio estimation for bridges under operational conditions typically employs operational modal analysis (OMA) methods. However, existing comparisons of these methods often overlook the nonstationary nature of traffic loads. This study focuses on two key aspects: (1) the performance evaluation of four OMA methods, autocorrelation function (ACF), stochastic subspace identification (SSI), random decrement technique (RDT), and decay response extraction (DRE), under nonstationary traffic loading, and (2) the quantification of the effects of temperature, traffic load, and wind load on structural damping ratios. An automatic modal parameter identification approach was developed to analyze two‐year monitoring data from a single‐tower cable‐stayed bridge. The practical performance of each method was assessed statistically. Finally, a method was proposed to separate the effects of temperature and traffic loading at different time scales, and a damping ratio prediction model was established. The results indicate that both SSI and ACF methods demonstrate good performance, with the ACF method exhibiting smaller variance. SSI requires careful handling of false modes, RDT has the largest variance, and the DRE method suffers from uneven temporal distribution of identification results. Temperature and traffic loading have significant effects on the damping ratios of the bridge.

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Publication Details

Journal
Structural Control and Health Monitoring
Published
2025-01-01
DOI
https://doi.org/10.1155/stc/9191209
Citations
4
Primary Topic
Structural Health Monitoring Techniques
Type
article
Field-Weighted Citation Impact
3.81

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article

Bridge Damping Ratio Identification and Variation Analysis Based on Two‐Year Monitoring Data Considering Operational Environment Effects

Fengzong Gong, Seyedmilad Komarizadehasl, Ye Xia, Tiantao He
4 citations
Structural Control and Health Monitoring
Structural Health Monitoring Techniques
3.81
article

Bridge Damping Ratio Identification and Variation Analysis Based on Two‐Year Monitoring Data Considering Operational Environment Effects

Fengzong Gong, Seyedmilad Komarizadehasl, Ye Xia, Tiantao He
article en
4 citations

Abstract

Damping ratio estimation for bridges under operational conditions typically employs operational modal analysis (OMA) methods. However, existing comparisons of these methods often overlook the nonstationary nature of traffic loads. This study focuses on two key aspects: (1) the performance evaluation of four OMA methods, autocorrelation function (ACF), stochastic subspace identification (SSI), random decrement technique (RDT), and decay response extraction (DRE), under nonstationary traffic loading, and (2) the quantification of the effects of temperature, traffic load, and wind load on structural damping ratios. An automatic modal parameter identification approach was developed to analyze two‐year monitoring data from a single‐tower cable‐stayed bridge. The practical performance of each method was assessed statistically. Finally, a method was proposed to separate the effects of temperature and traffic loading at different time scales, and a damping ratio prediction model was established. The results indicate that both SSI and ACF methods demonstrate good performance, with the ACF method exhibiting smaller variance. SSI requires careful handling of false modes, RDT has the largest variance, and the DRE method suffers from uneven temporal distribution of identification results. Temperature and traffic loading have significant effects on the damping ratios of the bridge.

Structural Control and Health MonitoringVol. 2025(1)
Tongji University (CN), Shanghai FRP Research Institute (China) (CN), Ningbo Municipal People's Government (CN), Universitat Politècnica de Catalunya (ES)
U.S. Department of Transportation, National Natural Science Foundation of China, Ministerio de Economía y Competitividad, Agencia Estatal de Investigación
Openalex Percentile: Top 7%
Structural Health Monitoring Techniques
3.81
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